GENERALIZED CAUCHY PROBLEM: RIEMMAN-LIOUVILLE TYPE

In this research work, we present an numerical solution for Cauchy problem y(®)(x) = f(x; y) with initial value y(a) = ya. In which ® is fractional derivative y respect to x and ® 2 (0; 1]. Fractional derivative be used in this research work is Riemman-Liouville type. Several examples demonstrate the validity of this methods.